推力故障下运载火箭剩余能力可达域评估方法

李可枢 ,  马英 ,  程兴 ,  张志国

弹道学报 ›› 2025, Vol. 37 ›› Issue (4) : 85 -93.

PDF (2046KB)
弹道学报 ›› 2025, Vol. 37 ›› Issue (4) : 85 -93. DOI: 10.12115/ddxb.2025.07002

推力故障下运载火箭剩余能力可达域评估方法

作者信息 +

Assessment Method for Reachable Domain of Residual Capability of Launch Vehicle under Thrust Fault

Author information +
文章历史 +
PDF (2094K)

摘要

任务重规划是提高液体运载火箭容错能力,进而提升全箭可靠性/安全性的关键技术,该技术旨在突发故障后,规划出与运载火箭剩余能力匹配的新弹道,以减小故障影响。因此,对剩余能力的准确评估是实现最优重规划决策的基础。为量化运载火箭剩余能力,将常用于量化在轨航天器和再入飞行器能力的可达域概念,进一步拓展到连续推力控制、执行入轨任务的运载火箭。结合航天发射任务特点,提出了一种基于分层降维思想的高维可达域表征方案。通过求解几类弹道优化问题,获得高维复杂的运载火箭可达域数值解。针对弹道优化问题中的强非线性和非凸入轨约束,采用辅助滑行段和标量动力学方程,实现了入轨约束的无损凸化,为通过凸优化方法实现高效可达域计算奠定了基础。以执行低地球轨道任务的运载火箭为例,针对其在末级飞行段的推力下降故障情况后的可达域进行仿真。结果表明,提出的剩余能力可达域评估方法能准确表征运载火箭故障后的轨道面可达域和轨道面内可达域,实现对故障后剩余能力的全面量化评估,从而为最优重规划决策提供支撑。

Abstract

Mission re-planning is a critical technology for enhancing the fault tolerance of liquid-propellant launch vehicle, thus improving the reliability and safety. Its objective is to generate feasible trajectories align with the vehicle's residual capabilities following a propulsion system fault. Accurate assessment of residual capability forms the foundation for optimal re-planning decisions. To quantify the residual capability, the reachable domain concept, which is conventionally applied to orbital spacecraft and reentry vehicles, was extended to launch vehicles. Utilizing unique characteristics of space launch operations, a hierarchical dimension-reduction framework for high-dimensional reachable domain characterization was proposed. The numerical solution can be obtained by decomposing complex high-dimensional reachable domain into several trajectory optimization subproblems. The auxiliary coasting phases and the scalar-state dynamic equations were developed to achieve lossless convexification of the strongly nonlinear and non-convex orbit injection constraints in trajectory optimization, establishing the theoretical foundation for efficient reachable domain computation via convex optimization. Taking a low Earth orbit mission as a case study, various thrust drop fault scenarios during the upper-stage flight phase were simulated, and their corresponding reachable domains were computed. Results demonstrate that the proposed method effectively characterizes both the orbital plane and in-plane reachable domains, enabling comprehensive quantitative assessment of residual capabilities to support optimal re-planning decisions.

关键词

运载火箭 / 任务重规划 / 可达域 / 推力故障 / 凸优化

Key words

launch vehicle / mission re-planning / reachable domain / thrust fault / convex optimization

引用本文

引用格式 ▾
李可枢,马英,程兴,张志国. 推力故障下运载火箭剩余能力可达域评估方法[J]. 弹道学报, 2025, 37(4): 85-93 DOI:10.12115/ddxb.2025.07002

登录浏览全文

4963

注册一个新账户 忘记密码

参考文献

[1]

容易, 牟宇, 陈士强, . 液体运载火箭动力冗余技术工程设计与实践[M]. 北京: 中国宇航出版社, 2021.

[2]

RONG Yi, MOU Yu, CHEN Shiqiang, et al. Liquid launch vehicle dynamic redundancy technology: engineering design and practice[M]. Beijing: China Astronautic Publishing House, 2021. (in Chinese)

[3]

杨述明, 谢昌霖, 程玉强, . 液体火箭发动机健康监控技术研究进展[J]. 火箭推进, 2024, 50(1): 28-45.

[4]

YANG Shuming, XIE Changlin, CHENG Yuqiang, et al. Research progress in health monitoring technology for liquid rocket engines[J]. Journal of Rocket Propulsion, 2024, 50(1): 28-45. (in Chinese)

[5]

邓新宇, 刘恒, 李赛栋, . 面向助推发动机故障的总体优化技术研究[J]. 宇航总体技术, 2024, 8(5): 57-63.

[6]

DENG Xinyu, LIU Heng, LI Saidong, et al. The study on optimization technology for booster engine fault[J]. Astronautical Systems Engineering Technology, 2024, 8(5): 57-63. (in Chinese)

[7]

李海波. 50年来全球航天运载器的可靠性[J]. 强度与环境, 2007, 34(2): 1-11.

[8]

LI Haibo. Space launch vehicle reliability in the world for fifty years[J]. Structure & Environment Engineering, 2007, 34(2): 1-11. (in Chinese)

[9]

FERNÁNDEZ L A, WIEDEMANN C, BRAUN V. Analysis of space launch vehicle failures and post-mission disposal statistics[J]. Aerotecnica Missili Spazio, 2022, 101(3): 243-256.

[10]

王中原, 史金光, 常思江, . “智能弹道理论与技术”的兴起给外弹道学发展带来的问题与挑战[J]. 弹道学报, 2024, 36(4): 1-10.

[11]

WANG Zhongyuan, SHI Jinguang, CHANG Sijiang, et al. Problems and challenges for the development of exterior ballistics arising from theory and technology of intelligent ballistics[J]. Journal of Ballistics, 2024, 36(4): 1-10. (in Chinese)

[12]

谭述君, 何骁, 张立勇, . 运载火箭推力故障下基于智能决策的在线轨迹重规划方法[J]. 宇航学报, 2021, 42(10): 1228-1236.

[13]

TAN Shujun, HE Xiao, ZHANG Liyong, et al. Online trajectory replanning method based on intelligent decision-making for launch vehicles under thrust drop failure[J]. Journal of Astronautics, 2021, 42(10): 1228-1236. (in Chinese)

[14]

马宗占, 许志, 王传魁, . 圆轨道任务火箭推力故障下的在线任务重构研究[J]. 宇航学报, 2025, 46(1): 68-81.

[15]

MA Zongzhan, XU Zhi, WANG Chuankui, et al. Research on online mission replanning method of rocket executing circular orbit mission under thrust failure[J]. Journal of Astronautics, 2025, 46(1): 68-81. (in Chinese)

[16]

MA Z, WANG G. Powered-coasting-powered multi-phase mission reconfiguration method for launch vehicles under power system failures[J]. Advances in Space Research, 2025, 75(1): 704-717.

[17]

SONG Z, LIU Y, HE Y, et al. Autonomous mission reconstruction during the ascending flight of launch vehicles under typical propulsion system failures[J]. Chinese Journal of Aeronautics, 2022, 35(6): 211-225.

[18]

王聪, 王劲博, 宋征宇. 登月火箭剩余运载能力估计与停泊轨道重规划[J]. 宇航学报, 2023, 44(9): 1317-1328.

[19]

WANG Cong, WANG Jinbo, SONG Zhengyu. Residual carrying capacity evaluation and parking orbit re-planning for lunar exploration launch vehicle[J]. Journal of Astronautics, 2023, 44(9): 1317-1328. (in Chinese)

[20]

向卓. 运载火箭动力故障下的轨迹规划和入轨能力评估[D]. 武汉:华中科技大学, 2024.

[21]

XIANG Zhuo. Trajectory planning and orbit entry capability evaluation of launch vehicle under power failure[D]. Wuhan: Huazhong University of Science and Technology, 2024. (in Chinese)

[22]

孟云鹤, 金华, 徐帆, . 基于平衡飞行理论的推力故障火箭入轨能力评估与制导方法研究[J]. 中国科学(技术科学), 2023, 53(12): 2127-2136.

[23]

MENG Yunhe, JIN Hua, XU Fan, et al. Equilibrium flight theory-based orbit entry capability evaluation and guidance method of launch vehicles with thrust faults[J]. Sci Sin Tech, 2023, 53(12): 2127-2136. (in Chinese)

[24]

张赛, 杨震, 罗亚中. 地固系下航天器单脉冲轨道机动可达域求解算法[J]. 力学与实践, 2022, 44(6): 1286-1296.

[25]

ZHANG Sai, YANG Zhen, LUO Yazhong. An algorithm for solving spacecraft reachable domain with single-impulse maneuvering in ECEF coordinate system[J]. Mechanics in Engineering, 2022, 44(6): 1286-1296. (in Chinese)

[26]

WU C, RUSSELL R P. Reachable set of low-delta-v trajectories following a gravity-assist flyby[J]. Journal of Spacecraft and Rockets, 2023, 60(2): 616-633.

[27]

李兆亭, 周祥, 张洪波, . 基于伪谱法的再入可达域影响因素分析[J]. 上海交通大学学报, 2022, 56(11): 1470-1478.

[28]

LI Zhaoting, ZHOU Xiang, ZHANG Hongbo, et al. Analysis of entry footprint based on pseudospectral method[J]. Journal of Shanghai Jiao Tong University, 2022, 56(11): 1470-1478. (in Chinese)

[29]

WANG M, SUN H, ZHANG S. Reentry blackout reachable set footprint prediction using multi-phase trajectory optimization[J]. Advances in Space Research, 2023, 72(6): 1970-1982.

[30]

张洪波. 航天器轨道力学理论与方法[M]. 北京: 国防工业出版社, 2015.

[31]

ZHANG Hongbo. Theories and methods of spacecraft orbital mechanics[M]. Beijing: National Defense Industry Press, 2015. (in Chinese)

[32]

MIAO X, CHENG L, ZHANG Z, et al. Convex optimization for post-fault ascent trajectory replanning using auxiliary phases[J]. Aerospace Science and Technology, 2023, 138: 108336.

[33]

薛光伟, 辛万青, 傅瑜. 能量优化分配再入轨迹快速规划方法[J]. 弹道学报, 2023, 35(2): 1-8.

[34]

XUE Guangwei, XIN Wanqing, FU Yu. Reentry trajectory rapid planning algorithm based on energy allocation optimization[J]. Journal of Ballistics, 2023, 35(2): 1-8. (in Chinese)

[35]

MIAO X, SONG Y, ZHANG Z, et al. Successive convexification for ascent trajectory replanning of a multistage launch vehicle experiencing nonfatal dynamic faults[J]. IEEE Transactions on Aerospace and Electronic Systems, 2022, 58(3): 2039-2052.

[36]

TOH K C, TODD M J, TUTUNCU R H. SDPT3-A MATLAB software package for semidefinite programming, version 1.3[J]. Optimization Methods and Software, 1999, 11(1-4): 545-581.

[37]

ANDERSON E D, ROOS C, TERLAKY T. On implementing a primal-dual interior-point method for conic quadratic optimization[J]. Mathematical Programming, 2003, 95(2): 249-277.

AI Summary AI Mindmap
PDF (2046KB)

3

访问

0

被引

详细

导航
相关文章

AI思维导图

/